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ESPRSSO32 Smart Scale AI Auto Layout [Example] aMdC
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Files
Schematic
Layout
3D View
R3
Resistance
10kΩ
C7
Capacitance
1uF
C13
Capacitance
1uF
R1
Resistance
10kΩ
C9
Capacitance
1uF
C18
Capacitance
1uF
H4
H1
C2
Manufacturer Part Number
OPT
C10
Capacitance
1uF
C25
Capacitance
22uF
C26
Capacitance
4.7µF
C15
Capacitance
1uF
R7
Resistance
100kΩ
H2
C5
Capacitance
1uF
R5
Resistance
10kΩ
C8
Capacitance
13pF
C28
Capacitance
.1uF
C12
Capacitance
1uF
H3
C6
Capacitance
1.2pF
C24
Capacitance
1uF
C31
Capacitance
.1uF
C4
Capacitance
13pF
Y1
L1
Inductance
2.2nH
R8
Resistance
953kΩ
IC1
C22
Capacitance
10uF
C21
Capacitance
10uF
R6
Resistance
180kΩ
C30
Capacitance
10uF
L2
Inductance
2.2nH
C19
Capacitance
10uF
U2
MCU_TXD
J1
C29
Capacitance
10uF
U3
Manufacturer Part Number
TPS62130ARGTR
Y2
C27
Capacitance
10uF
MCU_RXD
MCU_BOOT
J2
L4
L3
Inductance
2.2uH
Project
ESPRSSO32 Smart Scale AI Auto Layout [Example] aMdC
![Schematic of ESPRSSO32 Smart Scale AI Auto Layout [Example] aMdC](data:image/png;base64,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)